Verify that the relative accuracy of all floating$-$point numbers will be between eps$/2$ and eps.

Plot the relative accuracy of floating$-$point numbers between $0$ and $10$:

Define a row$-$array variable to contain $10,000$ evenly$-$spaced values between $0$ and $10.$ Using the linspace function.

Calculate the relative accuracy of the numbers in the row array using dot$-$array operators and the function eps.

Plot the relative accuracy divided by eps. $.$ The plot should show that the relative accuracy of floating$-$point numbers lies in the range eps$/2$ and eps.

Function to plot the relative accuracy between two floating$-$point numbers.

Now, write a function that will plot the relative accuracy betwee two floating$-$point numbers.

$-$Write a script that prompts the user to enter two numbers and then call the function to plot the result.

Using the script you created, experiment with other floating$-$point number ranges and confirm that the relative accuracy of floating$-$point numbers always lies in the range eps$/2$ and eps.